A geometric-kinematic model for the generation of surface topography in a single-pass surface grinding process is presented. The model incorporates the effects of process parameters such as table speed and wheel speed and also takes into account the wheel topography and original workpiece surface texture. Comparisons between model-simulated output and experimental results show a good match, supporting the validity of the model.
Issue Section:
Technical Papers
1.
Chen
, C.
, Jung
, Y.
, and Inasaki
, I.
, 1989
, “Surface, Cylindrical and Internal Grinding of Advanced Ceramics: Grinding Fundamentals and Applications
,” ASME J. Eng. Ind.
, 39
, pp. 201
–211
.2.
Nakayama
, K.
, and Shaw
, M. C.
, 1967
–68, “Study of the Finish Produced in Surface Grinding, Part II—Analytical
,” Proc. Inst. Mech. Eng.
, 182
, Part 3K, pp. 179
–194
.3.
Reichenbach
, G. S.
, Mayer
, I. E.
, Kalpakcioglu
, S.
, and Shaw
, M. C.
, 1956
, “The Role of Chip Thickness in Grinding
,” Trans. ASME
, 18
, pp. 847
–850
.4.
Yoshikawa
, H.
, and Sata
, T.
, 1968
, “Simulated Grinding Process by Monte Carlo Method
,” CIRP Ann.
, 16
, pp. 297
–302
.5.
McCool
, J. I.
, 1992
, “Non-Gaussian Effects in Microcontact
,” Int. J. Mach. Tools Manuf.
, 32
, No. 1/2
, pp. 115
–123
.6.
Ko¨nig
, W.
, and Lortz
, W.
, 1976
, “Three Dimensional Measurement of the Grinding Wheel Surface—Evaluation and Effect of Cutting Behavior
,” CIRP Ann.
, 25
, pp. 197
–202
.7.
Ko¨nig
, W.
, and Steffens
, K.
, 1982
, “A Numerical Method to Describe the Kinematics of Grinding
,” CIRP Ann.
, 31
, No. 1
, pp. 201
–204
.8.
Bhateja
, C. P.
, 1977
, “An Enveloping Profile Approach for the Generation of Ground Surface Texture
,” CIRP Ann.
, 26
, No. 1
, pp. 333
–337
.9.
To¨nshoff
, H. K.
, Peters
, J.
, Inasaki
, I.
, and Paul
, T.
, 1992
, “Modelling and Simulation of Grinding Processes
,” CIRP Ann.
, 41
, No. 2
, pp. 677
–688
.10.
Law
, S. S.
, Wu
, S. M.
, and Joglekar
, A. M.
, 1973
, “On Building Models for the Grinding Process
,” ASME J. Eng. Ind.
, 95
, Nov., pp. 983
–991
.11.
Cooper, W. L., and Lavine, A. S., 1996, “Grinding Process Size Effect and Kinematics Numerical Analysis,” Materials Issues in Machining III and The Physics of Machining Processes III, D. A. Stephenson and R. Stevenson, eds., The Minerals Metals and Materials Society, pp. 97–113.
12.
Peklenik
, J.
, 1964
, “Contribution to the Correlation Theory for the Grinding Process
,” ASME J. Eng. Ind.
, 86
, pp. 85
–99
.13.
Dong
, W. P.
, Sullivan
, P. J.
, and Stout
, K. J.
, 1993
, “Comprehensive Study of Parameters for Characterizing Three-Dimensional Surface Topography II: Statistical Properties of Parameter Variation
,” Wear
, 167
, pp. 9
–21
.14.
Whitehouse
, D. J.
, 1978
, “Beta Functions for Surface Typology?
” CIRP Ann.
, 27
, No. 1
, pp. 491
–496
.15.
Ramamoorthy
, B.
, and Radhakrishnan
, V.
, 1993
, “Statistical Approaches to Surface Texture Classification
,” Wear
, 167
, pp. 155
–161
.16.
Ito
, S.
, Sakai
, S.
, and Ota
, E.
, 1977
, “The Depth Distribution of Cutting Edges on a Grinding Wheel
,” Bull. Jpn. Soc. Precis. Eng.
, 11
, No. 1
, pp 37
–38
.17.
Chen
, X.
, and Rowe
, W. B.
, 1996
, “Analysis and Simulation of the Grinding Process. Part I: Generation of the Grinding Wheel Surface
,” Int. J. Mach. Tools Manuf.
, 36
, No. 8
, pp. 871
–882
.18.
Bhateja
, C. P.
, 1978
, “A Proposal for Some Functional Characteristic Parameters of Abrasive Grinding Wheels
,” CIRP Ann.
, 27
, No. 1
, pp. 237
–241
.19.
Saini
, D. P.
, 1980
, “Elastic Deflections in Grinding
,” CIRP Ann.
, 29
, No. 1
, pp. 189
–194
.20.
Kaliszer, H., and Trmal, G., 1973, “Generation of Surface Topography on a Ground Surface,” Proceedings of the Fourteenth International Machine Tool Design and Research Conference, pp. 677–681.
21.
Babin, T. S., Sutherland, J. W., and Kapoor, S. G., 1986, “On the Geometry of End Milled Surfaces,” Proceedings of the Fourteenth North American Manufacturing Research Conference, pp. 168–176.
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